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Homework for Gr 4-5
IXL Skills
Notes for Parents
French At Home Resources
Math At Home Resources
Homework French-English Cheat-sheet
Math Games
Math Strategies
Grade 5 Extra Math Review - Unit 2
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Math Strategies
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Here are the mental addition strategies we have discussed in Unit 2.
Mental Adding Strategies.docx
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423 KB
Mental Adding Strategies.pdf
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339 KB
These are the mental subtraction strategies we reviewed in Unit 2.
Mental Subtraction Strategies.docx
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297 KB
Mental Subtraction Strategies.pdf
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255 KB
These are the estimation strategies from Unit 2 for adding and subtracting.
Estimation Strategies.docx
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254 KB
Estimation strategies.pdf
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320 KB
Here are some of the multiplication strategies we explored during Unit 3.
Multiplication strategies.docx
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541 KB
Here is the long division strategies we have learned in Unit 3.
This is how we have learned to do long division. The example is dividing a 2 digit number by 1 digit number (48 ÷ 2). The strategy works with 3 digit by 1-digit numbers (i.e. 252 ÷6)
Long division strategies.docx
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489 KB
Long division strategy.pdf
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436 KB
It is in both Word and PDF formats.
This document shows how to divide more efficiently. It shows two solutions for 252 ÷ 6, one that is longer (effective) than the other (efficient).
Long division effective vs efficient.docx
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988 KB
Long division effective vs efficient.pdf
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810 KB
It is in both Word and PDF formats.
This document shows how to solve problems that have remainders . It shows the solution to 255 ÷ 6 = 42 R3
Long division with remainders.docx
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283 KB
Long division with remainders.pdf
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274 KB
It is in both Word and PDF formats.
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These are the mental subtraction strategies we reviewed in Unit 2.
These are the estimation strategies from Unit 2 for adding and subtracting.
Here are some of the multiplication strategies we explored during Unit 3.
Here is the long division strategies we have learned in Unit 3.
This is how we have learned to do long division. The example is dividing a 2 digit number by 1 digit number (48 ÷ 2). The strategy works with 3 digit by 1-digit numbers (i.e. 252 ÷6)
This document shows how to divide more efficiently. It shows two solutions for 252 ÷ 6, one that is longer (effective) than the other (efficient).
This document shows how to solve problems that have remainders . It shows the solution to 255 ÷ 6 = 42 R3